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In this video, we study one of the most important topics of Differential Calculus: the Rules of Differentiation. Differentiation is a fundamental concept in calculus that helps us understand the rate of change of a function and the slope of a curve at any point. To differentiate complex functions easily, we use several standard rules known as the Rules of Differentiation. These rules form the foundation of advanced calculus and are widely used in mathematics, physics, engineering, and applied sciences. In this lecture, we will cover: ✔️ Review of the basic concept of derivatives ✔️ Derivative of constant and polynomial functions ✔️ Sum and Difference Rule ✔️ Product Rule for multiplication of functions ✔️ Quotient Rule for division of functions ✔️ Introduction to the Chain Rule for composite functions ✔️ Step-by-step explanation with examples ✔️ Importance of differentiation rules in solving real mathematical problems These differentiation rules are essential for topics such as: 📌 Applications of Derivatives 📌 Maxima and Minima 📌 Curve Sketching 📌 Optimization Problems 📌 Higher Order Derivatives 📌 Engineering and Physical Models This lecture is specially designed for Mathematics, Engineering, and Science students who want to build strong concepts in Calculus and Analytical Geometry. All explanations are provided in Hindi/Urdu in a simple and easy-to-understand way. 📚 Channel: Hassaan Ghazi Mathematics 💡 Subscribe to the channel and press the bell icon to continue learning Calculus, Analytical Geometry, and Higher Mathematics in Hindi/Urdu, step by step from basics to advanced level. #RulesOfDifferentiation #Differentiation #Calculus #DerivativeRules #ProductRule #QuotientRule #ChainRule #DifferentialCalculus #EngineeringMathematics #HigherMathematics #MathematicsHindiUrdu #HassaanGhaziMathematics #MathTutorial #StudyWithMe